Abstract

Based on thermodynamic arguments, a simple formula is derived that relates the 2D-isothermal compressibility, κ 2D, directly to ( ∂L D / ∂E) T and ( ∂L D / ∂N) T , where L D is the stripe separation of the Au(1 1 1) surface, E is the applied electrode potential and N is the surface concentration of deposit. It accounts for the deposition-induced compression of the top most Au(1 1 1) surface layer during gold deposition. Furthermore, the value of κ 2D for the deposited gold layer on Au(1 1 1) surface has been experimentally determined. The results reveal that the κ 2Dvalue for gold does not match the reported trend for other metals.

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